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This study demonstrates how specific network geometries and interaction Hamiltonians can optimize the generation of Bell-pair entanglement between non-adjacent qubits using a collision model. By comparing discrete collision dynamics with continuous unitary evolution, the research clarifies the impact of discarding ancilla correlations on entanglement fidelity and preparation time. These findings offer a proof-of-concept for routing high-fidelity quantum states in small-scale qubit networks, advancing practical protocols for distributed quantum computing architectures.
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Distribution of Bell State Entanglement in Qubit Networks via Collision Models

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arXiv:2604.01773v2 Announce Type: replace Abstract: We investigate the selective generation of Bell-pair entanglement in three qubit networks using a standard quantum collision model. By varying the network geometry, the node contacted by the ancilla, and the interaction Hamiltonians, we identify configurations in which high pairwise concurrence and Bell state fidelity are generated between different target qubits, including nonadjacent qubits and qubits not directly coupled to the ancilla. For comparison, we also consider the continuous time unitary evolution of the complete ancilla network system, sampled at the same discrete time intervals. This reference calculation clarifies how discarding each outgoing ancilla and removing its correlations from subsequent dynamics modifies the attainable entanglement and preparation time. Our results provide a proof of principle demonstration of geometry dependent Bell pair generation and routing in small qubit networks.

Abstract:We investigate the selective generation of Bell-pair entanglement in three qubit networks using a standard quantum collision model. By varying the network geometry, the node contacted by the ancilla, and the interaction Hamiltonians, we identify configurations in which high pairwise concurrence and Bell state fidelity are generated between different target qubits, including nonadjacent qubits and qubits not directly coupled to the ancilla. For comparison, we also consider the continuous time unitary evolution of the complete ancilla network system, sampled at the same discrete time intervals. This reference calculation clarifies how discarding each outgoing ancilla and removing its correlations from subsequent dynamics modifies the attainable entanglement and preparation time. Our results provide a proof of principle demonstration of geometry dependent Bell pair generation and routing in small qubit networks.

arXiv:2604.01773 [quant-ph]

(or arXiv:2604.01773v2 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2604.01773 Focus to learn more arXiv-issued DOI via DataCite

https://doi.org/10.1016/j.physleta.2026.132139 Focus to learn more DOI(s) linking to related resources

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